I guess it depends on what people think a "crap shoot" means.
Would you call a 45% chance at winning any given series a "crap shoot?" (I might.)
How about 40%? (I would not.)
33%? (No way.)
25%?
If 10 teams make the playoffs, of course the play-in teams have a less chance than the others, because one is knocked out right away, so let's just count the remaining 8 teams.
In theory, a totally random chance application (a true crap shoot), would mean every team has a 12.5% chance at winning. Does anyone really believe all 8 remaining teams hover around the 12.5% mark?
Does anyone think all teams fall withing a range of 10-15%, which one could argue is close enough to a true crap shoot to call it one? What if the range was 8-20%? Still a crap shoot?
Let's look at only the final 8 teams of 2018, and let's assume these were the proven chances (for argument's sake) of each team's chances at winning the World Series. Would you call this a crap shoot?
20% BOS
18% LAD
14% HOU
13% NYY & MIL
10% ATL
6% CLE & COL
I'd say clearly, "no," but maybe you disagree with the chances I assigned. That's fine. Would this be a crap shoot?
16% BOS
15% LAD
14% HOU
13% NYY & MIL
11% ATL
9% CLE & COL
I'd argue that even if this is more realsitic than my first example,it's still not a crap shoot, when one team has nearly twice the chance of winning it all than 2 other teams (Sox 16% and CLE & CIN 9%).
Would anybody really have thought it would be a good bet to take CLE & CIN's combined chances as being equal to Boston's chances? I guess if you really believe in crapshoots, you'd think that bet was a great one.
Do you think the chances were really more like this?
14% BOS
13% LAD, HOU, MIL &NYY
12% ATL
11% CLE & CIN
I can't see this as being even close.
I'm no math expert, and I know that just because the Sox won 67% of all their games in 2018, it does not mean they will or can be expected to win 67% of their games in the playoffs, especially since their are no bad or really bad opponents in the playoffs, but to me, they have a clear advantage over teams like CLE, COL & ATL (56% in 2018).
Yes, it looks like 67% vs 56% is slight, but when you multiply that times 5 or 7 games, the odds become much more than a 50-50 chance, and IMO more than a 55-45 chance.
I'd still like to see the studies that show it's a crap shoot. I'm willing to change my mind if the evidence shows I am wrong.